Rules for Operations with Exponents

COLLEGE PREP SECTION 5A GETTING READY FOR CHAPTER 5 Objectives: Simplify exponential equations using the product rule, the quotient rule, the power rule, and the Law of Exponents . Evaluate Exponential expressions with a Zero or negative exponent . Convert between Scientific Notation and Decimal Notation. Use Scientific Notation to multiply and divide. NOTATION: in the expression , is called the base, and is called the exponent or power. Rules for Operations with Exponents Operation Formula Example Multiplying add Exponents Dividing subtract Exponents Power to a power multiply Exponents Power of a product exponent applies to each factor (like distributing) 2 16 Power of a quotient exponent applies to numerator and denominator (like distributing) 5 125 Power of a negative quotient exponent applies to numerator and denominator (like distributing) This will cause everything inside to switch places.

• Simplify exponential equations using the product rule, the quotient rule, the power rule, and the Law of Exponents. • Evaluate Exponential expressions with a Zero or negative exponent.

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  Rules, Using, Operations, With, Exponent, Rules for operations with exponents, Of exponents

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